Koch's Snowflake/Curve
Koch's Snowflake (or Curve) is a famous fractal where with each iteration, more and more scaled down triangles are added.
Applet discovery questions:
*The area and perimeter are very intriguing to observe. As you move the slider for n, what do you notice about the area? How does it change?
*Likewise, what do you notice about the perimeter?
*Before selecting the check boxes to see how the area and perimeter are affected as n approaches infinity, come up with an answer. Then select the check boxes. Are the outcomes what you thought they would be? Why?